Two circles touch internally at A AOB is the diameter of the bigger circle of centre O OPQ - Maths - Geometry

Question

Two circles touch internally at A AOB is the diameter of the bigger
circle of centre O OPQ is a tangent to the smaller circle APL is a
straight line If 
BOL = 42°, then 
LOQ = 
​

K. Navinkumar · Answer

angle-BOL = 42 degrees, then angle-LOQ = ?

Two circles touch internally at A. AOB is the diameter of the bigger circle of centre O. OPQ is a tangent to the smaller circle. APL is a straight line. If BOL = 42°, then LOQ = ​

Two circles touch internally at A. AOB is the diameter of the bigger circle of centre O. OPQ is a tangent to the smaller circle. APL is a straight line. If BOL = 42°, then LOQ =